Distance is a numerical description of how far apart objects are.

Many students find distance difficult. They feel overwhelmed with distance homework, tests and projects. And it is not always easy to find distance tutor who is both good and affordable. Now finding **distance help** is easy. For your distance homework, distance tests, distance projects, and distance tutoring needs, TuLyn is a one-stop solution. You can master hundreds of math topics by using TuLyn.

At TuLyn, we have over 2000 math video tutorial clips including**distance videos**, **distance practice word problems**, **distance questions and answers**, and **distance worksheets**.

Our**distance videos** replace text-based tutorials and give you better step-by-step explanations of distance. Watch each video repeatedly until you understand how to approach distance problems and how to solve them.

At TuLyn, we have over 2000 math video tutorial clips including

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- Hundreds of video tutorials on distance make it easy for you to better understand the concept.
- Hundreds of word problems on distance give you all the practice you need.
- Hundreds of printable worksheets on distance let you practice what you have learned by watching the video tutorials.

A cabin cruiser left a harbor and traveled

A cabin cruiser left a harbor and traveled to a small island at an average speed of 24 mph. On the return trip, the cabin cruiser traveled at an average speed of 16 mph. The total time of the trip 5 ...

A cabin cruiser left a harbor and traveled to a small island at an average speed of 24 mph. On the return trip, the cabin cruiser traveled at an average speed of 16 mph. The total time of the trip 5 ...

Two cars leave from the same place

Two cars leave from the same place at the same time and travel in opposite directions. One car travels at 55 mph and the other at 75 ...

Two cars leave from the same place at the same time and travel in opposite directions. One car travels at 55 mph and the other at 75 ...

Gordon rode his bike

Gordon rode his bike at 15 mph to go get his car. He then drove back at 45 mph. If the entire trip took him 8 ...

Gordon rode his bike at 15 mph to go get his car. He then drove back at 45 mph. If the entire trip took him 8 ...

I am hoping I will learn how to do word problems related to Solving Systems of Linear Equations in Two Variables. It is an area I am having the most trouble.. especially related to distance (2 autos traveling at different speeds, etc.) problems where speed is unknown.